data:image/png;base64,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average length of the list of students is 2There are length students with long names.2The average length of the list of long student names is 2itemThe average length of the list of students is 2There are length students with short names.2The average length of the list of short student names is 2Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,BrendaChristopher,Makayla,AngelinaGrace,Sarah,Jose,Alex,Owen,Molly,Jada